Differences between revisions 2 and 4 (spanning 2 versions)
Revision 2 as of 2007-10-09 20:42:28
Size: 1181
Comment:
Revision 4 as of 2007-10-16 10:45:07
Size: 1709
Comment:
Deletions are marked like this. Additions are marked like this.
Line 5: Line 5:
Valgrind How to use Valgrind to find memory leaks, performance bottlenecks and segmentation faults in SAGE and other software projects.
Line 8: Line 8:
SAGE's capabilities for crypto research SAGE's capabilities for cryptographic research
Line 16: Line 16:
Line 49: Line 50:
computation of some automorphic forms for the unitary group U(3)
Line 50: Line 53:
LinBox

== David Roe ==
Line 51: Line 58:
Line 52: Line 60:
Line 53: Line 62:
Line 55: Line 65:
== Damien Stehle ==

fpLLL
Line 56: Line 70:
How SAGE Abstract: Explain how using Python (with SAGE) is very likely to improve your efficiency and ability to do mathematical research that involves computation.
Target Audience: Mathematical researchers who demand the best possible tools for the job (even if they are expensive).

Rough Ideas for Talks at SD6

These are all just rough ideas and most of them are not discussed with the proposed speakers yet, so this is definitely not a list of talks nor a rough schedule yet!

Michael Abshoff

How to use Valgrind to find memory leaks, performance bottlenecks and segmentation faults in SAGE and other software projects.

Martin Albrecht

SAGE's capabilities for cryptographic research

Bill Allombert

Gregory Bard

Dan Bernstein

[http://ecrypt-ss07.rhul.ac.uk/Slides/Friday/bernstein-samos07-2.pdf CPU Traps and Pitfalls]

Andrew Booker

Robert Bradshaw

Michael Brickenstein

[http://www.itwm.fraunhofer.de/zentral/download/berichte/bericht122.pdf PolyBoRi] Framework

Kevin Buzzard

Ondrej Certik

John Cremona

James Davenport

Burcin Erocal

PolyBoRi integration status report

Jon Hanke

Bill Hart

FLINT status report

David Harvey

Kiran Kedlaya

Lloyd Kilford

Tanya Lange

[http://hyperelliptic.org/EFD/ Explicit-Fomulas Database] for Elliptic Curves

David Loeffler

computation of some automorphic forms for the unitary group U(3)

Clement Pernet

LinBox

David Roe

Nigel Smart

Mark Watkins

Ralf-Phillip Weinmann

Jaap Spies

Damien Stehle

fpLLL

William Stein

Abstract: Explain how using Python (with SAGE) is very likely to improve your efficiency and ability to do mathematical research that involves computation. Target Audience: Mathematical researchers who demand the best possible tools for the job (even if they are expensive).

days6/talks (last edited 2008-11-14 13:42:00 by anonymous)